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The Arithmetic of Decarburization - Part 6: Sunshine Squared: Scaling Solar Power from Rooftops to Deserts
By Hisham Eltaher
  1. Sustainability and Future/
  2. The Arithmetic of Decarburization: A Hard Look at the Energy Revolution/

The Arithmetic of Decarburization - Part 6: Sunshine Squared: Scaling Solar Power from Rooftops to Deserts

The Arithmetic of Decarburization - This article is part of a series.
Part 6: This Article

Solar PV: From Niche to Mainstream
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Photovoltaic technology has undergone a remarkable transformation. Costs have fallen by over 90% since 2010, making solar the cheapest source of new electricity generation in most of the world.

In Austria, solar PV represents the largest untapped renewable resource—estimated at 57 TWh/year RTP versus current generation of only 5 TWh/year. That means we are currently exploiting only 8.8% of our solar potential.

The Case for Aggressive PV Deployment
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Current Status in Austria
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  • Installed capacity: ~4 GW
  • Annual generation: ~5 TWh
  • Average specific yield: ~1,100 kWh/kWp
  • Typical system cost: €1,200-1,800/kWp (installed)

Required Deployment
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To achieve the 57 TWh RTP, Austria would need:

  • Installed capacity: ~52 GW
  • Additional deployment: ~48 GW
  • Capital cost: ~€70-85 billion (at current prices)
  • Land/roof area: ~400 km²

At a deployment rate of 2-3 GW per year (ambitious but achievable), full RTP could be reached in 15-20 years.

The Economics of Solar
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Solar PV economics are remarkably straightforward:

ParameterValue
System cost€1,500/kWp
Annual yield1,100 kWh/kWp
System lifetime25-30 years
Total energy27,500-33,000 kWh
LCOE€45-55/MWh

This is already competitive with new fossil fuel plants and continues to improve.

Learning Curves
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Solar PV has demonstrated a consistent learning rate of approximately 20-25%: costs decline by 20-25% for every doubling of cumulative deployed capacity. This suggests further cost reductions are likely:

  • 2020 costs: ~€1,500/kWp
  • 2030 projection: ~€800-1,000/kWp
  • 2040 projection: ~€500-700/kWp

At €800/kWp, deploying 52 GW would cost approximately €42 billion—a dramatic reduction from current estimates.

The Intermittency Problem
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Solar’s Achilles heel is intermittency. Output varies by:

  • Hour: Zero at night, peak at noon
  • Day: Clouds reduce output significantly
  • Season: Summer generation is 4-6× winter in Austria

A grid with high solar penetration must address both short-term (daily) and long-term (seasonal) variability.

Daily Variability
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Daily cycling can be addressed with:

  • Battery storage: Li-ion systems for 2-6 hour discharge
  • Demand response: Shifting flexible loads to solar hours
  • Pumped hydro: Austria’s existing 3 GW capacity
  • Grid interconnections: Trading with time zones

Seasonal Variability
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Summer-winter imbalance is more challenging. In Austria:

  • Summer solar yield: ~150-180 kWh/kWp/month
  • Winter solar yield: ~30-50 kWh/kWp/month
  • Ratio: 3-5:1

This mismatch between solar supply (summer) and heating demand (winter) requires long-term storage solutions.

Hydrogen: The Seasonal Storage Solution
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Hydrogen offers a pathway for seasonal energy storage:

The Storage Cycle
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  1. Summer: Convert excess solar electricity to hydrogen via electrolysis
  2. Store: Keep hydrogen in salt caverns, depleted gas fields, or tanks
  3. Winter: Convert hydrogen back to electricity via fuel cells or turbines

Efficiency Analysis
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StepEfficiency
Electrolysis70-80%
Compression (700 bar)85-90%
Storage (6 months)95-99%
Fuel cell or turbine40-60%
Round-trip efficiency25-40%

The low round-trip efficiency (25-40%) means that for every 3-4 kWh of summer electricity stored, only 1 kWh is recovered in winter. This is a significant penalty but may be acceptable for seasonal balancing.

Compressed Gas vs. Liquid Hydrogen
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Two main storage options exist:

Compressed Gas Hydrogen (CGH₂)

  • Storage pressure: 350-700 bar
  • Energy density: 4.5-5.5 MJ/L
  • No boil-off losses
  • Mature technology
  • Best for: Vehicles, small-medium scale storage

Liquid Hydrogen (LH₂)

  • Storage temperature: -252.9°C (20.3 K)
  • Energy density: 8.5 MJ/L
  • Boil-off: 0.3-3% per day (tank-size dependent)
  • Higher capital cost
  • Best for: Large-scale storage, marine transport

Large-Scale Storage Options
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For seasonal storage at national scale, underground storage is most economical:

Storage TypeCapacityCost (€/kWh H₂)
Salt caverns100-1000 GWh€1-5
Depleted gas fields1-100 TWh€0.5-2
Lined rock caverns10-100 GWh€5-15
Steel tanks0.1-10 GWh€20-50

Austria has limited salt cavern potential but could utilize gas fields or import hydrogen from regions with better storage geology.

The €83.1 Billion Question
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Full deployment of Austria’s solar RTP would cost approximately:

ComponentCost (€ billion)
PV systems (52 GW)62-78
Grid upgrades8-12
Storage (battery + H₂)10-15
Total80-105

This is a significant investment—equivalent to 15-20% of Austria’s GDP. But spread over 20-30 years, it represents 0.5-1% of GDP annually—comparable to current fossil fuel imports.

Beyond National Borders
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Austria’s solar resources, while substantial, are modest compared to southern Europe or North Africa. A truly optimal European energy system might feature:

  • Large-scale solar: Spain, Italy, North Africa
  • Offshore wind: North Sea, Baltic
  • Hydropower: Scandinavia, Alps
  • Hydrogen production: Sunny, windy regions with cheap land
  • Hydrogen transport: Pipelines from production to consumption centers

Austria’s role might be as a consumer and transit country for hydrogen produced elsewhere, rather than a major producer.

In the next installment, we examine non-solar energy sources: nuclear fission, fusion, and “clean” fossil technologies.


Cost data from Fraunhofer ISE, IRENA, and Austrian Energy Agency

The Arithmetic of Decarburization - This article is part of a series.
Part 6: This Article

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